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    <br/>第七章 类人DNA与神经元基于催化算子映射编码方式
    <br/>The Initons Catalytic Reflection Between Humanoid DNA and Nero
    Cell
    <br/>类人 DNA 与 神经元基于催化算子映射编码方式
    <br/>Yaoguang Luo, Rongwu Luo
    <br/>罗瑶光, 罗荣武
    <br/>Keywords
    <br/>VPCS, AOPM, IDUC, Nero, Artificial, Decoder, Medical, Paralling,
    Computing,
    <br/>Humanoid, ETL, Parser, Data Mining
    <br/>关键词
    <br/>VPCS 架构 AOPM 逻辑 IDUC 编码 神经元 人工 解码 医学 并行计算 类人仿生 ETL
    数据挖掘 爬取
    <br/>4 Deta Finding initions
    <br/>
    I have been thinking, what is the final expression of Deta
    acquisitive logic? I have never stopped exploring, and I have always
    been absolutely focused. I must find the final expression of these
    logic. From 2018 to 2019, I thought that the final expression of logic
    refinement must not be as simple as AOPM and VPCS. VPCS is just a
    refinement layer of AOPM, so how can VPCS be refined? So, I began to
    sort out my existing things, my works and soft thoughts. God, I can
    only make persistent and absolute focus on what I have. I have to make
    a bet.
    <br/>我一直在思考, 细化逻辑的最终表达方式是什么? 我一直没有停止探索, 持续的绝对专注.
    我一定要找到这些逻辑最终表达方式, 我 2018-2019 年认为逻辑细化的最终表达方式一定不是
    AOPM 和 VPCS 这么简单, VPCS 只是AOPM 的一种细化层, 那VPCS 怎么细化呢? 于是我
    开始整理我已有的东西, 我的那些作品和软著思想. 上帝啊, 我只能在我已有的基础上进行坚韧的
    持续的 绝对专注. 我得赌一次.
    <br/>
    <br/>
    4.1 Deta Finding initions history, 德塔催化计算算子单元寻找历史
    <br/>
    What's under VPCS? What is the essence of a function? At school,
    I got some basic answers. The primitives of DNA are ACGTU purine and
    pyrimidine, the primitives of back-end architecture are VPCS, the
    primitives of thing logic are AOPM, and the primitives of database are
    IDUC addition, deletion and modification. The primitives of function
    are IOAON Input, Output, And, Or, Negation, which I can only find in
    the knowledge structure I can understand and have. how to demonstrate?
    How to confirm the argument?
    <br/>
    VPCS 下面是什么? 函数的本质是什么? 在学校, 我得到了一些基础答案, DNA 的基元是
    ACGTU 嘌呤 和 嘧啶, 后端架构的基元是VPCS, 事物逻辑的基元是 AOPM, 数据库的基元是
    IDUC 增删改查. 函数的基元是IOAON 入出与或非, 我只能在我能理解的和我已有的知识结构
    中寻找. 怎么论证? 论据怎么确定?
    <br/>
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